Coherently with the principle of analogy suggested by Dirac, we describe a general setting for reducing a classical dynamics, and the role of the Noether theorem - connecting symmetries with constants of the motion - within a reduction. This is the first of two papers, and it focuses on the reduction within the Poisson and the symplectic formalism.
Symmetries and reduction Part i - Poisson and symplectic picture / Marmo, G.; Schiavone, L.; Zampini, A.. - In: INTERNATIONAL JOURNAL OF GEOMETRIC METHODS IN MODERN PHYSICS. - ISSN 0219-8878. - 17:9(2020), p. 2030002. [10.1142/S0219887820300020]
Symmetries and reduction Part i - Poisson and symplectic picture
Marmo G.;Schiavone L.;Zampini A.
2020
Abstract
Coherently with the principle of analogy suggested by Dirac, we describe a general setting for reducing a classical dynamics, and the role of the Noether theorem - connecting symmetries with constants of the motion - within a reduction. This is the first of two papers, and it focuses on the reduction within the Poisson and the symplectic formalism.File in questo prodotto:
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